Bought with Mikail Stein • RE/MAX North Professionals
$275,000
$269,000
2.2%For more information regarding the value of a property, please contact us for a free consultation.
2 Beds
1 Bath
1,189 SqFt
SOLD DATE : 07/10/2024
Key Details
Sold Price $275,000
Property Type Condo
Sub Type Condo
Listing Status Sold
Purchase Type For Sale
Square Footage 1,189 sqft
Price per Sqft $231
MLS Listing ID 4997296
Sold Date 07/10/24
Bedrooms 2
Full Baths 1
Construction Status Existing
HOA Fees $271/mo
Year Built 1978
Annual Tax Amount $2,813
Tax Year 2023
Property Description
Treetop one level flat with forest views! This building has a new roof, siding and extra insulation in the attic. Our unit has been updated with new windows, new patio door, new water heater, new gas Rinnai, updated electrical & more! Enjoy gleaming hardwood throughout. This units boasts two large bedrooms and an updated full bath. Enjoy association pool, tennis & pickle ball courts. Imagine sitting on your back porch this summer sipping your morning coffee and taking it all in. Easy living with low association fees. Carport for parking and storage. Additional storage closet outside unit. Amazing nature trails nearby. Only a 5 minute drive to UVM and close to all amenities.
Location
State VT
County Vt-chittenden
Area Vt-Chittenden
Zoning Residential
Interior
Interior Features Natural Light, Laundry - 1st Floor
Heating Gas - Natural
Cooling None
Flooring Hardwood, Slate/Stone
Exterior
Garage Spaces 1.0
Garage Description Parking Spaces 1, Carport
Utilities Available Cable - At Site
Amenities Available Landscaping, Pool - In-Ground, Snow Removal, Trash Removal, Pickleball
Roof Type Shingle - Asphalt
Building
Story 1
Foundation Slab - Concrete
Sewer Public
Construction Status Existing
Schools
Middle Schools Frederick H. Tuttle Middle Sch
High Schools South Burlington High School
School District South Burlington Sch Distict
Read Less Info
Want to know what your home might be worth? Contact us for a FREE valuation!
Our team is ready to help you sell your home for the highest possible price ASAP
